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  • What’s new?
  • Getting started
  • Tutorials
  • API reference
  • Project
  • Ask a question
  • GitHub

Section Navigation

  • Dimension
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  • PDF
    • Basic PDFs
    • Binned PDFs
    • Polynomials
    • Kernel Density Estimations
    • Composed PDFs
    • Custom base class
    • Physics PDFs
    • CachedPDF
  • Sample
  • Loss
  • Constraint
  • Minimize
  • Result
  • Prior distributions
  • MCMC sampling
  • Settings
  • HS3 serialization
  • dill
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PDF#

  • Basic PDFs
    • Gaussian PDF
    • Exponential PDF
    • Uniform PDF
    • Cauchy PDF
    • Voigt PDF
    • CrystalBall PDF
    • LogNormal PDF
    • ChiSquared PDF
    • StudentT PDF
    • Gamma PDF
    • BifurGauss PDF
    • Poisson PDF
    • QGauss PDF
    • JohnsonSU PDF
    • GeneralizedGauss PDF
    • TruncatedGauss PDF
    • ExpModGauss PDF
    • Beta PDF
  • Binned PDFs
    • Histogram PDF
    • Binwise Scale Modifier
    • Binned From Unbinned PDF
    • Spline Morphing PDF
    • Binned Sum PDF
    • Spline PDF
    • Unbinned From Binned PDF
  • Polynomials
    • Bernstein Polynomials
    • Chebyshev Polynomials
    • Legendre Polynomials
    • Chebyshev2 Polynomials
    • Hermite Polynomials
    • Laguerre Polynomials
    • RecursivePolynomial
  • Kernel Density Estimations
    • KDE with Different Bandwidth Values
    • Different KDE Implementations
    • KDE with Different Bandwidth Methods
    • KDE1DimISJ Implementation
    • KDE with Different Kernel Types
  • Composed PDFs
    • Sum PDF
    • Product PDF
    • FFT Convolution PDF
    • Conditional PDF
    • Truncated PDF
    • Positive PDF
  • Custom base class
    • BasePDF
    • BaseBinnedPDF
    • ZPDF
    • SimplePDF
    • SimpleFunctorPDF
    • WrapDistribution
    • BaseFunctor
    • BaseBinnedFunctorPDF
  • Physics PDFs
    • CrystalBall PDF
    • GaussExpTail PDF
    • GeneralizedCB PDF
    • GeneralizedGaussExpTail PDF
    • DoubleCB PDF
    • Argus
    • RelativisticBreitWigner
    • CMSShape
    • Cruijff
    • ErfExp
    • Novosibirsk
    • Tsallis

Special PDFs#

Special PDFs are PDFs that are not directly related to the basic PDFs but add functionality in one way or another

  • CachedPDF
    • CachedPDF

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